论文标题

圆锥形域中的广义扩散问题,第二部分

Generalized diffusion problems in a conical domain, part II

论文作者

Labbas, Rabah, Maingot, Stéphane, Thorel, Alexandre

论文摘要

在不同的变量和功能变化后,在下面的(1)中召回的广义分散问题,并在第I部分中考虑,请参见[14],导致我们在合适的Banach空间中扭转了线性运算符的总和,请参见下面的(2)。第二部分的基本结果在于使用两种众所周知的策略:Da Prato-Grisvard [4]和Dore-Venni [6]之一。

After different variables and functions changes, the generalized dispersal problem, recalled in (1) below and considered in part I, see [14], leads us to invert a sum of linear operators in a suitable Banach space, see (2) below. The essential result of this second part lies in the complete study of this sum using the two well-known strategies: the one of Da Prato-Grisvard [4] and the one of Dore-Venni [6].

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